The ratio of length to breadth of a rectangle is 8:5. When the length and breadth of the rectangle is increased by 22% and decreased by 30% respectively, then its perimeter becomes 663 cm. Find the original area (in cm2) of the rectangle.
Let the original length and breadth of the rectangle be 8x cm and 5x cm, respectively According to the question, 2 × {(1.22 × 8x) + (0.7 × 5x)} = 663 Or, 9.76x + 3.5x = 331.5 Or, x = 331.5/13.26 = 25 Therefore, original area of the rectangle = 8x × 5x = 40x2 = 25000 cm2
What is the time limit for filing revised return at present?
In insurance accounting, what do insurance companies set aside to account for potential claims that may arise after the closing date but within the pol...
How can we find out the Net Realizable Value on account of Inventory as per the applicable Accounting Standard for valuation of Inventory?
Calls in arrear Is
While calculating the claim outstanding at the end, which claims are considered?
Read the following information to answer the below questions:
An amount received from Seema, whose account was previously written off as Bad Debts, should be debited to:
What does section 6 of the Income Tax Act deal about?
The return forgone for the undertaking an investment is known as?
What is the amount which is allowed as standard deduction under section 16 from Gross salary while computing the Income under head salary?
